{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#  用Python标准库turtle绘画金牛：恭贺新春（一）\n",
    "\n",
    "- Turtle库是Python语言中一个很流行的绘制图像的函数库，想象一个小乌龟，在一个横轴为x、纵轴为y的坐标系原点，(0,0)位置开始，它根据一组函数指令的控制，在这个平面坐标系中移动，从而在它爬行的路径上绘制了图形。\n",
    "\n",
    "- turtle是Python的标准库，直接导入即可使用。"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## turtle绘图的基础知识：\n",
    "###  1. 画布设置(canvas)：  画布就是turtle为我们展开用于绘图区域，我们可以设置它的大小和初始位置。\n",
    "\n",
    "- setup(width, height, x, y): 设置窗口大小和窗口左上角在屏幕中的位置。\n",
    "\n",
    "- title(): 设置窗口的标题。\n",
    "\n",
    "- screensize(width, height, color): 设置画布大小，背景颜色。\n",
    "\n",
    "- done(): 绘图结束后，不自动关闭窗口。"
   ]
  },
  {
   "attachments": {
    "image.png": {
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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "###  2. 画笔\n",
    "- 在画布上，默认有一个坐标原点为画布中心的坐标轴，坐标原点上有一只面朝x轴正方向小乌龟。这里我们描述小乌龟时使用了两个词语：坐标原点(位置)，面朝x轴正方向(方向)， turtle绘图中，就是使用位置方向描述小乌龟(画笔)的状态。\n",
    "#### 2.1画笔设置(常用)\n",
    "- turtle.penup() #提起画笔，提起后移动画笔不会留下痕迹。  别名turtle.pu()\n",
    "\n",
    "- turtle.pendown()#落下画笔，开始绘图前先将画笔落下。 别名turtle.pd()\n",
    "\n",
    "- turtle.pensize(宽度) #画笔宽度别名turtle.width(宽度)\n",
    "\n",
    "- turtle.pencolor(color) #画笔颜色 color为字符串或者RGB的值\n",
    "\n",
    "- turtle.speed(speed)：设置画笔的速度，传入1-10的数字，1最慢，10最快。传入其他值会更快，但是没有鼠标移动的动画效果。\n",
    "\n",
    "- turtle.fillcolor(colorstring) 绘制图形的填充颜色\n",
    "\n",
    "- turtle.color(color1,color2)同时设置画笔颜色color1, 填充颜色color2\n",
    "\n",
    "- setx(value): 设置画笔的x轴坐标。\n",
    "\n",
    "- sety(value): 设置画笔的y轴坐标。\n",
    "\n",
    "- setheading(): 设置画笔的方向。与towards()配合可以设置画笔指向某个点，如setheading(towards(0, 0))可以设置画笔指向原点。\n",
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "attachments": {
    "image.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 2.2画笔操作&颜色填充\n",
    "- circle(radius[, extent=arc]): 画一个圆，传入圆的半径，根据画笔的方向控制圆心的位置，圆心与画笔的方向垂直。传入弧度值可以画出指定弧度的圆弧。\n",
    "\n",
    "- left(angle): 画笔左转，传入任意一个目标角度。\n",
    "\n",
    "- right(angle): 画笔右转。\n",
    "\n",
    "- forward(distance): 画笔前进一段距离。\n",
    "\n",
    "- backward(distance): 画笔后退一段距离。\n",
    "\n",
    "- goto(x, y): 移动画笔到指定坐标。\n",
    "\n",
    "- begin_fill(): 开始填充。\n",
    "\n",
    "- fillcolor(color): 设置图形中填充的颜色。\n",
    "\n",
    "- end_fill(): 结束填充。\n",
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "attachments": {
    "image.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "- 有了这些方法，就可以实现各种图案了。如：\n",
    "#### 绘制：太阳花\n",
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "import turtle\n",
    "import time\n",
    " \n",
    "# 同时设置pencolor=color1, fillcolor=color2\n",
    "turtle.color(\"red\", \"yellow\")\n",
    "turtle.speed(10)\n",
    "\n",
    "turtle.begin_fill()\n",
    "for _ in range(50):\n",
    "    turtle.forward(200)\n",
    "    turtle.left(170)\n",
    "turtle.end_fill()\n",
    "\n",
    "#turtle.mainloop()或turtle.done()启动事件循环 -调用Tkinter的mainloop函数。必须是乌龟图形程序中的最后一个语句。\n",
    "turtle.mainloop()"
   ]
  },
  {
   "attachments": {
    "image.png": {
     "image/png": 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weomeb6PxDrVJAcZnJSvAOtTFznUlvZcmuZWyo4mMKq20YueG2rcOSYD1bcbUXxHoJQG6I7lSkiohTMxdfM8U47VkcP4n7NUyV43jK4WHXI/2uaaxlZYwLuhgbKHKcgNzuhrpciQba6FKMw/XH1YxkVlb0onqBBQDVp2VaoqACGxFgP+qpnmL0b+MAi4oD1arVtDC8E4RH/WrSj4BE1jOZ0dlSaDy3xEr8m+TLwHc1eMjAbYr0rqPCIyeAE04jLo3/ySnq8NS+A/yCtUsVw/zsM0CRlctV5GOJZWHbbzGAqY4sOXzTw8ijVm0fJlQzNy/DFORf5t8CWAuphYOygXZAlQ1KQIiUESA/4FnFLCJumdgT05JV2NgPgPMle18HRRz3tJlO5Zixis34/qMU6TTUsp37hpQ8G+c5cUUX7ygtOL6vXRkawISYFsjVAMiIAKbETBBvvy14K/p4/nBO6YaLR/UbJZqm/WhJ1fx95FrGlTKCbw/EetjW01LSxezRZQmqWdFI7g+lfpcjlY1miXgxHEcN9ukWhMBERCBugRo1ngIwBP5Isw0Z6rxnSv/LMn2TfXBvHOTgY/kjIbj56YDY0tkSw3BUEK6qfM8Zn8woq2JGDtvrMVM2VVY+I8dppUorVjYik42Q0AxYM1wVCsiIAJbEagYQW2qMVaYnpOxF25q/ukRQqAllHqd1tCxFy7M4N9DpQUaWsnRpcdFLsguzYb6IgKjJWAiqBk1TJVlCfYy1ciJvyXMbPH50UIDLo0o+D49zcxgQivomOPAaPmi6KLbkRbB0sIcL9x126SbKL1AFVomIAHWMmA1LwIiUIcAY1OorO5P/Is08Vj8jCbZPpO3FlSrc/fO1TVB1cShUp0AA9AZO2jR8dUb6mhNPvv8MylNUs+KH08GQSAKJOzSjEqAdWk21BcREIFkCxRug8K8CvQ1fS0xd+TA4e8Jg45ZjdW5UnJIwdcUYHQxMjtAtnBRwtC3HsqOOfudrjeK06yu4OND3T40AcZ/n9DaxYUG3DmisBAKLV4mu3FhZZ3cAwEF4e8Bum4pAiJQhwAjzJlngf6mkmRXDwP4Qnm1Onffa10KL4qMPAH2UQCP7rV33bj551I7XqV7RDZkNIRC1zs988xoX7iPo6nIdyr3UpU2BDq9HYMsYL2dOnVcBMZCgIEuFF8UYSXL/eiW4Q9VSbWxkNM4B0LALD7hqs/CYirSTEbzqUqXCWgVZJdnR30TARFIgoZpAmK0MZfPFwQR8zenQrVeYKW7qWS4vRjHvjo5FH4cBy1ftpQbJ3zTFfn3IgF2gqajH2QB6+jEqFsiIAJZAvxXPaOOGfDFqHtLsFe6GlcJMtG+Jdl+9g6d+s5x5LmbGNvE4Y89/stMFueW4U4mYa85bvjl5Qkzdbr8zvGY+La852Cl7wx6o/m3tOLKVfqyXwISYPvlr7uLgAjUIsB/1TOuhUsfGRzFXASMRs8UU42H+ePM6jnVMlf14ysFGL2yz/eju633kgKM850VYK3fuKUbUDByP+zSJPWmIt85+KEAaIlrB5uVAOvgpKhLIiACZQTMyi7GhX0isYoxOVRO4e9SOi6Mcfxdzx9FQVHgac0ZpQ7lETB54/oy55x3Wu7ocuS7tVB0md3qCytaW9CJ/RNQDNj+50A9EAER2JgATQXck4YKq6CwGg1mfPFz1wu9SZUym3d9IHvun4lJ78uc8/ms8DgvH+JKFfc8Abp9EQEJsCI6OicCItBxAmlLAIOQLYXVGJfMF5Ptd91bY7OA0Y3KFZ4l2TgsFIZ72MbFWMA4/10uNOhSdPP5pEGL/bYWPrx8iEsrWlvQiW4QkAuyG/OgXoiACGxMgL+uDD5mcD4D8xmdXpCBkzqNP3YsBdWSGt16Y8gbva4qqwQMl667lld7vYxd47PIfKnZZLIrdanIWZHvTPNf8I+Nlev0pcsEJMC6PDvqmwiIQA0CxqxFcwjFGHdqtvwic9EY95HkKkkWXsIf8S4U/rYW/hh3oZM96wMzx3dplwTOL1c4Ms6POzkUxvvR0sXcKqUVezYp6q4y4esZEAERGCABqqmHElXFZYN8FRS69b5SXq2gheZOfRXAR3Ka4xDYRyWZzYGTeOQYFmXLl/UHAJg1f9/FiK7SJPWsaKy7TAinMjQCigEb2oxqPCIgAklQPn+NGdVs/I0FYBjwXqFaQQvtn2LuL+4uo5JPgEZPam4aPrtcKj9rrMjnV6sxujyd2/RNAmwberpWBESgowRM9DWjmqmsTNoKS3dpbKhQzXL1bg7TXargeztrZiGh4dPidbZfuKMzfMZoyKI3kaFc1pKuyOeX31WGSEAxYEOcVY1JBEQgRYABN4xyZjZWmpEs7khTzaxAe8SebD/VeHMfTZw1Y4NUmifA2HWGCe564QXjDfk6m2zkUCi++BDyXwLc8aGwYvN81OLOCUiA7Ry5bigCIrB7AvxhYxAz/VQ0I1kislnts0nv6B/48g5FGH9v6WKk0SNbuEhAWw9lqeR/p9fObOGTrkERRO29SwFmVtya9SHp/qx8ZkUG23O1QGlw2MqV+tJfAhJg/Z079VwERKAWAePa4UUPA/hCsU+PXkuulGQIDt1b1G6WZPu1urFJZaZ9enSTC0d4zeeTPFpGSO8aAePmjdeQ81a4PSPNrcwWW1px16PQ/XZAQAJsB5B1CxEQga4RoJsnvT+RpX+sRutFelGlpaoOi8CCALPum0WLRohZ0ZhU/Vy6qTI2AgrCH9uMa7wiIAJJfA2joflLWfArSbcgXYJm27228l+y3ZKuaNoaINA2Z4p1GrP4zPBVmIGfneGmj7a8GQ2MV010moAsYJ2eHnVOBESgPQKMuWGwM32LXGL49eSVc0eTjolVGcfPqk0WdiXPVcWYJd5P8V/1aHN+GM+Xjb0ynAuFUb1bndTmvWgxLRXprGiC1PIm/aRFfRg4AQmwgU+whicCIlBEgCYuE/TMX2yulGTEu6WYH3RexnQHBcn2LS3UO0wBxhi05+tdNvraFGCcIzNfbQGhoDOC61Opz7n3o+qjf7K0Yu7VOjg8AhJgw5tTjUgERGAjAvy1TseFcbVkTlIpVuPLxIU9kV+tchcoFAq8oJXbUcVqBEyKOMv0Vmsk48UuvIgTzBfVGl2OfFcRAUAxYHoKREAEROCEAC0UzGPAFz8XFBM/XVKtoIXlKbqtlOy8FFNjFXY+b5xgPk/cmYE3VxGBJQEJMD0JIiACInBCgG4iE0HNaOoCH5axpJRUO2na9sFmAaMnlPs+Kvu9jVzxcRs/M2/bxIExRQl1Vanl0lTkM0XLF2+uIgJLAnJB6kkQAREQgVwCDO7hryxLQfZOU41x1SZonu/bFro4H9u2kRFfb/jleJE3osIQwY8nV1KX87u1UFXz2eEODIUVrS3oxPAJSIANf441QhEQgY0JMH06s7FylSQLzSr8Zc8Us90MrVVcKfm1/GqZq5YB3Pp9XsOykwNMOm/ZEGHt/pwjaqmSLUWXYotKnKYx7rxQaiJbu5UOjIeAXJDjmWuNVAREYCMCNHF9NXmV7KTM31uz4TK9TmW/v5+xeDlpQZPrcaPZWrmoaINuiilj0Vq5KPliXJWcRxqzSsUXJ5sV+awoqVseUh1bJSABtspD30RABESggACj5Y1bsqQa4643Da5n7i/uC6myHQFaIx9K0oXUbckE63MeK0z5crIrVazbE9UfKAEJsIFOrIYlAiLQBgFj5Sgxh7AaLScVku3n9pIeT1nActHUOlhkAStqiEZPk6Se88iQLmvhZBuzZ2FFaws6MU4CigEb57xr1CIgAhsTMAFBZkXbIwCeym+NC99Msn1atUw1E6PNcCGV/RH4cOICTq+xYDwfDVmlSepN4N/ZZJIlvvY3kf28swRYP+dNvRYBEdgrAYqwzyY9oCPhyyl1lekYf5eZbJ9J9unOYgz/c4mLkdaVbGGcv7YeylLZ7ju5m91/0i1RQzHe7r8nad+YmsIk2k3XW/tslr4WpClZu0YHRGCVgBPHcbx6SN9EQAREQATqEXg4Cfiiz4uBR3y3FKaW+I9JXs68pOgfBfCo5Vod3pzA51KaOd1K2Xyc1KU6o7uRhS7HUhNZUldvIpBPQDFg+Vx0VAREQARqEKDPimaWCtnOmTm/QrUaN1fVbQhUng9W5Bzzte32B9t0WNcOhYAE2FBmUuMQARHYIwH6GelPfCCJ3qaLylJoSFFSdAucPRyuNB90NXLLA84xX7xIRQS2IyABth0/XS0CIiACKQL8YaZr6lMAGGCk0n8CFF+0cBaI6v4PUiPYAwEF4e8Bum4pAiIwdAImOJuWMe6F83jyXjBuUy0n0X7BVTpVlQAXNnCBQyUdRROlqUgxbT5XvZnqiUA5AQXhlzNSDREQARHYggAVFbOBPlEswkw1vnNlXhP7SW7R60Fdyth5Y5xk/HxhoWhm7pDSioWt6KQIlBGQACsjpPMiIAIisBUBszLyE8W7a5tqfGcGfS6sVGmGgFm0SBFmFjJaW2bOEO3jaMWjE40RkAuyMZRqSAREQATyCJhNBRnEzf1t0lk/U/VNNR5iyBH3AP986rw+1idAsUUxyx0J8lJ+rLXIHQ6463apSlu7UgdEoC4BCbC6xFRfBERABDYiwDiiiqnvTbJ9Jm9lBn25I+sTJ0MKWXoT6VWsVN4PgBeqiED7BCTA2mesO4iACIhAfQLUAfSEMa8r94VkELnZyqh+a+O5gjqX1i5qKXoTVUSgowQkwDo6MeqWCIjA0AhQRdU0ZdETZmLBGRP2BW3SbX0q6MKlh5ee3o2T1Js5qmwys3ZHJ0SgjICC8MsI6bwIiIAINELgkwC+Ul+EmXtTu/FyNqOyToBWL+4wwFy4G+dJpeKl2VGms3XAOtI0ASVibZqo2hMBERCBXALGupI5yZh87v9IYcUqtkKjDIPJaRFTjPgqJbodv1RBfDEPGFnzxc9rhRNwae2oDohAGwTkgmyDqtoUAREQgaoEGNfFzbcpsOhCY+C4LQ6cVh4GlTMujDrh68mr6r2GVo/5brmugbzK3I5kxQUNZqPzfzc0GBpP3whIgPVtxtRfERCBnhGomOKeLkbGeTH9BAPIKbbyErBTqBkPGYUHV0rmWnN6hqlOd+li5H7YZUnqDXq+09JoyQCyeutaKfNXL9U3EahBQAKsBixVFQEREIH6BOjWon/x+fVL87ySJvcXLTp0q9EqxgDzvEILEM+buDC2R7Ex1ELxyRfFKdnw3VbIgZsPMP9t3vZOhj3bWylUaTQvfnXlqL6IQNMEFAPWNFG1JwIiIAJVCXw6cYvl1ef2kdzBiO7GokJL0HeSFz8PudA9y7Ey2J7Cs6iU8StiX9SuzolAQwQkwBoCqWZEQAREoDYBY4XJuzBtwSlyMdIdd1fyYgoGsw94Xpt9PsYk9RRgHCstXzarIMdII9ZnEssXt3bKK2SvePs8Mjq2IwJyQe4ItG4jAiIwRgKMsN8ilT1F2GOJtccEmxcJLMaMUaSwVIp3Sup2+Y0uQo6JOwTZFiew/4yhI2qzOKFItJaOl3FgDMjjjdd8lKVXq4IIVCEgAVaFkuqIgAiIwEYEzA955mIKK7rI8mKTMlUXX42YosCi642uRluuq19LAvmNdYdCpOp98u69r2MUWxSdJjVXUeoNju9rGySqtcbbUzhzE0mqXQmwfT0CQ7+vErEOfYY1PhEQgT0SYM4DJp3KFMbjc6VjTlx+pub6V7rfGAPFd2qDMn3AAP0t8r+ud2AHR4zoMqs9bbc0iw5oJTQLEWx1bcc/You3p6+TAWd8VxGB5gkoBqx5pmpRBERABNojwKB8BudTwNHlVlZoyDFuybK6XTlftc8MpCcHvquIQM8ISID1bMLUXREQgb4QoN+QUfENFwaV0+VG6xkFmElbYbsNrUkUYAxi73phX5npnxn/iyx7tHzR4kW3Iznwe+PF3GSrYLLGe6UGh0NAMWDDmUuNRAREoFMEGEeU853J+jEAACAASURBVOO9ZVz+yhDZ1peTmK+ieHHGUzGI3awcfAQAr+1KYdwaX2eTTP9F4svwa8qtasL01viZFRC/2xVK6sfACEiADWxCNRwREIGOEzA/+E11k4LkC0lwPi1IZrVktn2KsM8mB+n7oHDrgggzKzeLVney22YxAcOyuECxqUIGirdviqbaqUFAAqwGLFUVAREQgWoE6L5iXoQdFeMt4+0YuP77JRt20x3JLY8o3Fpx31UYN61xXNFJL23RPo50uTLujXm9GGy/82Lmssgst/NO6YYDICABNoBJ1BBEQAS6RoBR4fSR7aEwLoyChbFURYUut/Q2RkV12zjHe3M15wMljZtFB9xWaC+Fc8lOlC3J3EvndNMeE1AQfo8nT10XARHoKgFjNcn0r6W4/JW70PDG4HQGqRdZt2jQYbA7tzzkK2/j75WGG/pCVyPvx70cKb5s+cx4O7oduZcjxRdDstoq5EReOSF7S4gmqVpbHVC7YyQgC9gYZ11jFgER2A8Bxhvl/sg33B2ukqQBjlYmCq0PJ0Hu2dswlxjzYLFQY9B69vXkextvFF+0vDHgvqhQqJIV4+V24XZUvH3RbOhcSwQkwFoCq2ZFQATGSKBuivsWGdESZoLVKXwY81Vk5TJB8BRsZhhNWJ0o8sx9P5X6nDd0c9//siOhmteH3GPWlPm5tXVQBKoQkACrQkl1REAERKASAePLyklxb/FKVmp220q0KDGMiW4/WsVMOopsuxRhfNGCxmSv27r+jJuzLB6N/aD44v3ocuT991HMHLHfK4UAaSKk71RFBJohoBiwZjiqFREQAREoJsBY7iqZ64tb2fws956kqKIQKysmQJ57Tm5T6G5kiocqpU7/qrS3SZ19z9EmfdY1vSUgC1hvp04dFwER6BUBY13ZV6fTFiYGvhtrV15/aCGj65ApIijGaACqW5jqgslfmZusqDCTP3N70eq1L8uX6R/nSPH2hobeWyYgAdYyYDUvAiIwFgKMGqeJa4f5v+qipQgzQe2mmyb2K68tkySVyV1Zv2x4TPb68aQhtsvvtmLa60pCWFs/T46bDLprKfNPauiDCNQhIAFWh5bqioAIiICVgPmBzlQwgeX7tu5kurVY7Xgl2f6H5yi2aPXKFrNNEK1DdF8yxUXeWMx2R2V7TprVjWxvn4lgs+M0363x9uy4UuYbTHrfnoATx3G8fTNqQQREQATGTuBRAB9dh8B4/Pcnm0avn+3OEQbKf6xkE2z2lvmysvsw0s3I7PtluUqN6DKrM7sz+tWeMDVHbrz9XYm/lO8qIrAdAQXhb8dPV4uACIjAMAhUDUCnEYheuHTJO5Y+bz5XvYepr3cRGDABuSB3Mrkx4qsBZn8+Q3AUozmTowv3DICJA+eUC/d2D+5tPvzrAEczu5OZ1U1EYEmAUepMXtXjQusUY7zolixyI9LaRQHG5K6m0H25lrrBnEwy8lN80X1pYs9Sp/vzkZBoAuTqBJPcrD+9V0+7RUA/0zuZjxgIIoQ/nSO4GCNq7J4OHK5m8hw4By6c51y4N8wRUIydc+Hd6cG71YXT2P3UkAiIQD4BxgflpLjvQVz+ynjYXwbFm/9I2QLpGe9VFGBvGmVW/W8koivrtjR1uvhuwvnW4u3NKobf7WKv1aeeEZAA69mErXY3Rsz/HiBGfDlabFkWApjDgXu7D/9eH/7bfHjnPHhnHFnFVuHpmwi0T8D8kLd/p+buQBH2uaQ5/geFqSSqiK1sD6hHaVHbJIVFtq1dfycDxdvvmvro7qcYsEFOeYzoxTlmf3WEq1+5iqMnAoSvRYiDQQ5WgxKBPROgW6rXfjU7P+booojiEKsWijaukvxMT8VXpXEOeM4rjV+VmiAgAdYExc62ESM+DhA8fhlX/mKG+dP8L6OKCIhAswQGHllOAcYhVi1MVcGM+8xsP9gy8Dkf7Lx1a2ByQe59PnxMHpxicpeLWmo4BiK6HaMI8RsRwvMhghdDRMzibOI3OLYYiI9iRM8c49iNEQdTHLzLthHc3mGoAyLQQwIWa8gA4vIXk/GvAfyHGtNyA4D/nFjAcsLiarS036qcVmu8PU8qZf5+J6j/d5cA2+scMjzegXeXD/+dnnV/3NwuJsIqjiPgSozotQj+hRDhCyGCnwaILq6utoyvRgifmWPGgP3rXEzucOBIh+Wi1UERaIQA44j6KkC4otEEoHO1Y50Ff1wY9JtJ0lYyYBxcH+PAFG/fyJ+BGrETkACzs+n2GQdwTjmUb8BpwD0H+GGM6HyA+cTB/OkAwRsR4vm1YcSXQ4TPzHDEVZLXT5aB+bXMbtfa0icREIGuprjfcmaYDf+3ksSqhfs4suIvJr7GxWqg1RubLY4oQumWpEsyp9rqRX36Zk2Z36dBqK97JKCf3z3Cb/zWngP3zgkOHjzAwft8+DdToK0WuiujHx5j9kKM6Hj1nL6JgAjUIWB8VDlmLotXsk7re6lLyxfFF7PiF4ovU/FLAB4AQLOXpdB6VqGa5er9H7bOJc16zAemIgKbEZAA24xbt68668P/pwc4/GdT0MS5KsIYmB9i9s0ZgleiBpPCdhuJeicCOyXQ1xhtuh2ZfqG0mIrnAPwZgAeLr6hYrbiRPZ3t61zuCZduW52ABFh1Vv2pSffk1INHa9j7fWCa6XoUIz5/jOAfI4RvZM7pqwiIwPYErFaT7ZtuvAVaumjx4t6H1FWFli/enWnyTUUGktIVSUuQ8Tnm9DBdjfcpyrSfc/leD3EuFW+/1ykY6s0VAzbUmYUD53oP/nunmL4YYv5iyuXIvZBmEYIXQvh3uvCv31KHhxHCn0eILkSIL0WIZ5ls/1MHDl/eMju/e5MLZ5q1zLUxETHAvrwaLRYnhJe5CtRsBLVcAOHe6MK5yYV3owvv+lVbYTM9iperVF8LEb3BxLkR4qsA104siwPH5VZSTJ7rwb3FhXt63XVsauu9KwQYXc78DD3P/8UEq9RSpZtws+LHE/h56fHpZ2RD9ydMLGxMMD+rccsjS7WuzHJ5P0ymXY69aC+m8pZUY3wEJMCGPOdTF85tU0zvnyG8HCI6NuJjOeiIaSte9RC/ZYPtioJl9v3oIq1oIcKfUuQEC7ETZfe7POSWSS5c34V3rw/vDm6Z5MG73oV7U32xEV8KF6s+I/4H3JTTbNOFd91SRFHoRK+GiF4KEf48RPDjEMHrXJSQZkA+HrzbPfh3evDvpgDy4B4AzpaaNJ5HiF+PEFF4vbRMERK+wjQhcSZViAO4DtyzLjzuWnC3B+9mD+5ZB945d+t+GDx6b5qA+eHNtNuXuHwKIRqu3g/g9zJjWPtK8cV0+GVmq18DwBdNRoy658aPzMiaU9jk7yfVWJ04qWm7Wqzx9uy0UuZ3ddq63i8JsK7P0Lb98wH/XVP4Pz5GdCFElNYf50OEFyIEITCpk5KC4uuVAMGPZ5g9GWD23Ik5J7+3FGRHIRb/e3m5LNM5N8HkgQMc/LIPj6s5KXgqGqCiZ2eYfecIRz+7djvnbQeYvu8Qpx9wlha4544x+5s5Zk+FK2nRrl3BTxHi8xGC83MET1KM+Zh+6BAHzMlGK9QmIozpQeYUXQHm35tj9r0A0Ww1JchqH5jQLUbExRHf4zUOnLM+vHsnOPzVCbzrKFyrs1ltW992ToBigrmjnt/5navdkH/njMeix5CpIkoL/ZG07pSqtFRLxqdJEAUbQJpqvPJhAF+omXE/dcfWPzLenm5Iuk9VRKAhAhJgDYHsbDOuA1zvw7tpBvfnwIrVCAGi1yeIzgO4s+IIghjRc0c4+uYcwfMRohWLUsU2mB/2QoD5t0MET/o4+O3TmN7uwJ1Uv95Wk+7P4K+u4OipYCEu03rTds3iOC1WL8wxezRA9MHTOHj3BJPSWJicFi8FCH40w/H3uciBYqxyD5LGaFkMEPx9iMuvhjj84AEmb/Xgncq5lw6JQF0CJhieCxcrFVp36J/cpPBa3pDqqqRQ47EqNZuKCIyEwCb/xh8JmgEN03Xh3e7CvXHdxEQ3HTPoVynxxRDhD67iyl/OMH8+QkjLVrVL15vnQoDjCNErcxw/dhlHP2TesvVqtY5cDBH96CqO/j4RX3X2vqROCmPEVyIEf3eM+ZNzBGkXZ1lH4hi4OMfxt45x/DdzBC/HC0vcRstM2dYsQvzzOY4fP8Lx92v2payvOj9OApXTQbAiTT18MSfFprFNxnrGdkryWpisFiXVxjlxGvVQCcgCNtSZXRmXAwabu2cowFYtMjED07lRN7xCD2D8eoDwJzMc/90MwfN5wsuBw7iu21x4tyyD7k+6MKeLLQRjzoILdLmdnFmInui5Oea01FHM3efDvz51vurHeYTo/ByzV2YIX036x8D/Gzz4d3hwb0i5FEOASWmDp5MdAzIicmGd+5m3iA/z763ybxSKrRDBX1O4BQhey7ocHThnXLjnEiF8wGWqycDYlyshIsapcRGDyc3GaZpFiH5ONgC4g8H7/Hq7JVRlp3o1CXy9X6ndGTPPoHfGXZW6HRnDRXPUR2oysVXnTfniYgXGhTHq3hLsxZg0GttYje4+Yuar84Vjo7WP3DhWFRGoRkACrBqn3teiAFhmzs9IsKsx4kvxQvtYH4YgAkXS7AczzJ5dFXAMIMeBC++cD+9NPib3eJjc6cI5bRQGlpaulwOEPw3gPhMifClEROGXEj7RMzPMqUomLtxfrLkvJmfnUohwzj0xl+LHYYD/7T68t0wwvcdfCENuvbSQoHSjvhYsdgIIng0QvBxlXLPcUSBE+LMQ0b3lfeE2T9HPZjj+boDgSkp88WYcz80+vLs8+G9NXmfdEwHGVZnxGxS3ZBMg4GrSlR0MYkTPB5j7Dtw3L0XcRrFpvX+CuzSAb+QLMMabP9ahbO/Mjcr0XJ8q20rIVOQ71VpBOomNp4EmLsaR0az8nSQ4PyeBranG+1DLsHpOtY27sc2FZn7JdCXvLAUY3azcs0kCbBvEY7vW+ps7NhCDHy8F2CFXO4arNjC6ES9F3NMb8TVdsIrjjWCxv+T86Yz4osA47cF98wEOPzSBfy4/jsuhQLt7ushLNn1vgOPvHGH2ZIjg1dX2IgqQ6QzBA4eY+IBzTcOt9ifnG1ccnrRGsXLfFNN/MsWUKxsz9R2fKwwn8H59gslTV3H83RmOfxylUkMA4ApGWuyCybIvmTZOvkYRohfmOP6LYwRHKXHLvvsunDt8HHzw0BrHxb44N0/g3jzB5P4A8x8d4/jv5gheTAk5MMVHgOP/G2DyL5ZbSJ1Y0E46og97J0Ch0JUYJgoExnkxAz0tS9ZSuaK1hXonzEpKKtVPJOau1L/E0o1RBzIurKRa+pJWP5v5pX68q9U7qfGREMj+No1k2CMc5lkHzgHWxMhCMjAAnfFXaddgClHwkzmCnwfrp0/58O87wJl/NcHkNme5Wi913drHZEHA9MFDHLzLX2TpX60TIno9wOyHEVAnfivdiO8AbzvE4XunOKDrMX0u57P79in8e3xMzmZPhoivhgifQ3FfmGbiuQCzV9O5vZaWL+fOA5z+7VOY3uvBW/kXc/ZeyfeiHQwuh4h/fISjn8YI68SmWW6lwwMnQCsNE9RTwBSWyhULW6l/suJ9K1arf39dIQL7J1D2+7T/HqoHzRCgRSbXopTYjfLEVxJYHtBtyOX1K8WDf98E0w/68Jiygcvbc9tfuWiR88o59OG/e4rp+/w1gURLVsg4s8LUDZk2T74y9szHwQcmi0UHiz6dnLN8YG6yW5gLbL3z8SxC+CpNg5ZrESP8eYDgJ8Gq9QzOwu04/eAU/g3ucnXnevPrjZodDN48xeGvT+EepHKkMb3FcQS6TKMr1g6tt6kjDRP4PIBHGm6zweZoYGLMO9NM0PJVmF6GJqZKFRvsoGkqbXkz2VnNudR7uhrH1YZ3NHW77T6SJfNVqIhANQJyQVbjNM5aDBB/cb4Ias9u3O3c7sN/m4/JrRskcaVAudWH/44I/s8CzC+krEdc/fcKVxEeLISLl91GqWgmDlyAubzudBfipajqtXMOHC5QuM2D8w/BqtZa5PTi/12rvfLpOET4coTgpdUKzo0evHsmmL41yeG1clHZFwfOdS68d/rwfzDHnKksjIcmACLGpb3HQ4Ry617ZnXR+EwL0P+UEke87Lp+xU4wBZ77UwjAkU5HvjFkqED+b4Kl1DdUVVwUw6p5Mme00R8CYamyb3WbJqZacafetMN6ePsqcZ6PdHqn1HhOQAOvx5DXVdW6LEzM/6qqOWKxQDJ8NFxaX1VNJRvs7txABDE6/xcf0HS6C73L7IjMabhdES0+EyQ0uMK1iOlpey8B/960+XK4YNM1VeHeYRZ9B+8xEka5PqyAtcXG+cS9+nTsJMB1H+iIHFKfe2yfwN83d5TnAWQ/+7Q6CyzFwOWmfWXS5mOH1CbwZ4NYRp+ku6nPzBCxx+c3fKNMixRZXODLjAzPLF+auo0mMaSVKK2Zu0vZXY9aigKEYe9y+koGLNE+n9mbkJZZk+630WvH2rWAda6NyQY515k/GHQNc5cj/sKyoLAqhEBRg8YrLi1vn+PDf4sG7tY7MObnhyQeuVGSWfm+SEUxhjOAfA8RXVzp0cp3tA1d5+nf5S3eorVLecQ4j5y+BSVSji7SA5fcj5mrO1zOLGuDAu8GFvxUbunS9BWNm5F8tAcKXYkSvrx7Vt7YJUJrzl35Fbbd90+L2a6TZWpqOKL66nGirYqKyptKUFdPd8Cz/Q7oWr7FhW7ps6ARyfnaGPmSNrxoBCo8I4WuJdcxcxCfmJhcuc2yZY5u+0/5Ky1MqLdaiKeodrkKcZzThpvcpu457VTJPV8UwNtNcxI3Hj7LizAUYu7UW1G+uqvjuA+6bfLin1l280eW8+1ZsV9U2JEDLzEOJdWbDJpq+zKSeqtQu/ZO8oOuFqwa4eoDR9xVKLQYV2tu6CvOcfXrrVtTAOAhIgI1jngtG6SzSJbiMrUgrKq5CvBgjCjIGID4xTGo6yTUaFdwn5xTzTEyYP8yBk3bX0fX3arTYQzFvbUBOS8vO+y7WxpFfefUox50e++pZy7dokT8tzhpEKOROu7VSaOTegP1ZCN11zkwbws3GVXZJoMACtuu4fFq+aMgqTVJvKjJ6nQKs0D+5S5gF9+KqAbpKGdDOfpu0FZZLjBWwpJrl6s0PW+PtZQHbHOr4rlQM2PjmfG3ETOxJQbUiQkz8U7Y2697gwpnUVizZlpY3dB24tBaln0SzFQ+TxDI2reIekbnjyLlrM4ciRJeA+GqmtTBE8JNj4OoirWzmZN2vXIUZr6X/YOJcumdpe2tiFur2SvUzBCxx+Zla239l/BNf/HthxngTkJ7bMoPDKLpKK+Zevf+DZnEAA9yYd4WWJYqbnMKhcvGBWfHJRaptx8Ir3j5nInSoLoH0z17da1W/TwSCOBNhbjpP/x8tUZlfc+7VyI2ksx42x4G7EGDm+gbe6c5cs8Vyr0gAlQWYZRwNdG+9CUKJF+7Ha4sHklpHIcJ/4Gv9qsaOHC+FqQRYY0RLGjIp0LPmzpLLmjxNPUI9ZeLVrW2zIi1I708yz1sr9uQE1RUXDdAFzNgqrpTMUVes9tlkSPxvyZfzq+1m0OZ5oRuVSzhVRCCfgARYPpfhHeXWP0fr1pSFDWXiLF136VEvXJARuPAurcEolNyzLpjBvYni0AJ2HQUg20vfqW7ryzYWLsi6l/atPq2T26Dq23j33l+aO3JS3NMrSV3Qpi6jVYdhUXR5Fe7jWLni3mnW74BxpfJKbvnzheJAd7ojuVKypFr9fmSuMN7GNc+ueV6UMj9DTF8zBCTAMkAG+5Vuq+M8ATbYEQ93YIwBu7qcyzXD4XBH3b2Rmbj8J1rsmolJ57ZChaVyxcJWun+SZkCONUcQpztfsVr6ktqf6RXlM8B4PBUR2ICA/vu9AbQ+XhJfjhCtrdijhXy5ApD2p2ZsWn2k07M+c2VkOkt+z7o/mO4WxOVvPUa6GhmDzr0cKb4KPVl0O1aquHW39t8AA98qpNMw1ciQLxNS1uQAjAWsyTbV1qgIyAI2kulepC7IyavFXFzuLe5J/OoJDno0+EOfUWWMj18EgPPHp4kSLwPKwRi1lbLcu7JqAP7Kpfv8coMP/25vsTF5a93gHpxvWqbNaO0eajghsIcU9xRftOAw4L6wsCKD1BkAVeifLGylfycZ48bFBTQ/XQLAOeIrU1jtI8kxVqPFKqda5qqGvlKdmRwZnB8VEVgnIAG2zmSARyJEr8aLtAnZwTnXO3Bv8datX8wmf8pZCLCV6KwoRvRGBMxpPM2os2zjFb7HbO/1ZLXjSX22SwG2THdxcrhjHxZxcBSqaTF6xoN//wEO35vDtGP9V3eqELCkuDdx1k3Ff1EsGCvNp1Kfc7tIcxgDvEsr5l49jIM0cf1eMhQKHK6UZOyVpZjFC7yMc1aQbN/SQv5h8xysxdtTgDFejds9SYDlw9NRCbDBPwPMdB8gfDHKzZ7unGLurBwhxUNMOZHlEwHR69FyheT62Wztku8xEEWIX4uXqx3Ttdeys6ZP7vvzEg6TrTr8LTRbBbFbjLU7UoqIfc9Q6/c3cdZN3Mi4yyrFEvGBo0+SLkeqNpXl0lDGhX0isYql/0WU4kMRxhdFE3PqMnZvWwFtngPF26dA62NVAooBq0qqr/W4mvG5EOHVeMVQsxyOv0gp4d6WMzhK89az1O8g237O0Fo9lAqQb/U+anw4BOhurJyknqYWZoqn4FC5RqAGF7NegZeoiMAeCcgCtkf47d862dj6h3OEb2RjrADnbT78Oz34dKNlC4O/mFn+BgAmHxfrMAVCKkt93qXZpqzfd5Ft33rzbU+48M6RjwNww2xTouX+kOHLE/j6jTRUevq+gxT3TJnAJKJrqQyyyFiRub1o9ZLlK0tnuUrBWAZp1vrT5LVecxHwSoRM7cG/UVZtrfAmDEAzPtDWbqSGe0hAAqyHk1a5y7MYOD/H7NkI0cqG2mzBgXe3B/fc+l6Dy/YdwHPh3enCeSO85iJcZKkPly7NW114FCAbFq7MDH86RxQuXXYnzXiAd4cP93Dztk/aau2DA/dGF+4Z9jElwBAjfDVCeD4Czm1hYGYCttcCzJ6OEEVMfuss94W8MXnfSvm2BmVgDVtS3G8bl8+QoI8nqPi7XBgiRP8kTWRUaYUVB8Z+k+HQPWsWI5AbS4G6Yswd0XIdA0O2CpLtJ43lvxXG29NHmZM4Nr8lHR0ZAQmwwU54jPiNEMGP5pgzyD0dFkHr1hkf/u0evLz4r4SJQwH2Fg/usxHCi2mRwe12Avi3uPBv2DDYPIwRXQgxfzJYbLp9bRoc8L7+m104p7sswJItmZiUFtGqBHs1RPh8gOi+KVz+hW0yjCBG9ONjHP91hHCOhVD2rvPg3u7Cu9WHR/F7dpOGr5HWpw0JWOLyK7VGDUUtVbp3IStSGdA0xkzwpSaySrcfTyUuIWU2VlqfWCiEGPyVKWZ7JybZ56LKr+VXy1y1+lXx9qs89K0ygS3+iV75Hqq4BwLxPET4whzH3wmAWaYDvgPn3gn8Wx14B5lz6a8e4N49gXfWhZt5UuKnAwTPhQiO08IsfXHx5/hSgOj5ALPnsC4ODybw7nKWAe7Fzez37DkP3k0u/Oxela+HiJ4NMHsxRrzJntncBupKiNkTAaI3QsSvhwh/PMfsb49w9L+u4Mq3Zpi/sEnD+8XVn7vzXyv8sd42QjszYmooWlxKxZepyARWjMyX+MqQrPiVJi6TCKxk53IirrTBecVbr1SjQqPCUxGBVQKZn9XVk/rWVwIBgieOcfStGRhmtSqRmMRzgsN/PlnEMBWOkCsRr5/Af4sLb+03IEDw9zMcfytY2yy6sM3FyQDBj2Y4/uZ8/dozDpy3ephQ/JU3tOcaPry7fPjvyPY0RkTx+z+PME8y1tfpKC2X4fePcHw+zlgH2YqLydt9+HfIB1mHab26JsU9cxU0WExaqNImK1csbUkVDIGKTCtWM61We6dv89PVqqrWqAhkfzlGNfjBDZZuvReOcfznRwthFFzIxFbRG3azC/8DB5hc5+ZsgJ1DxHXg3zNZuCuzDq/4DYqwY1z5iznmLzPgP+f69CEqwYsB5t8+Xlh31q1nLtybfRx80F/kAEtf2tXP7h0+/PsnmF6PVZ4LF+scR//jGPP/FyHiQoYKJX5pjuD7R7j6vXB5TVo9ew7wpil8uiHpXVFpiUCBBaxuXH4NI8zS0tWaGaYlVn1p1lgVS8yPptomxkfG2+eGnMkC1penZNf9VAzYrok3dT9mcGC+qaMI8UUmWo0QXYgQvh4geDpEdDFHfN3owX/HFAcPeHAn1UOTnHM+/LeGmLwcLdxqJ0Ng8PyFAMEPmQsrRHg3V1XSWrZMomrqxfMI8RsRohdCBC+wfwGCC6txU6zr3OrDv2+KyW22hQGmxQ69n3Lh3T3B9D0hwr8JEJ64e5l/LUT4kxlmXoToJVrLPHgc26EDGhcXhb/1nMOjCOGLIYJn5gieIZ+08mJNB87Ug/9LdB27cGQASwDu+M0Sl5/bC8YX0eVosrHnVuJBE4h0NsnwbgLIrRfoxEYETACe+eN5JD9AntX4om6iMZQGrCpx9Iq332hWxnyRBNheZ58/svEiYJuOvFpRPcxhejkCuMfjK1yVGCCky8oyHud6D969B5i8e4rJmjvRcpE5fODBe8sE0ysRonmAgIlTzY0owl6bY/63IYLnQ0ze4sG/a7lSz1weH7OPAcKfBovYpZUFAUkl9s+/b4LpO/31bZFMQ518d7Do+y9MMWHM1/PZPTdDBP8QIjwfwHszhawH98xyi6eFBuMWTJzDyxGCp+cIXuL16wNlwlzvbVMcvMuDe8qot/V6OrItAZPaPGcSqjRtktTz3ST+LLzOLMVTmoJCTI2dpLL6bNIaHUBftqsr6mAm22eSfQpvPhoUWRsV81ytV3WtHwAAC2ZJREFUpczfqDVdNAwCEmB7n8cA88cDzNvoB3+n3aU1yr3/EAe/MMH07s1+vJ1bJ/AnDk45V3Hlr0NEl7MB5hHi8zPMzq/H/BcOzcHC3ei+8wDTd00w6WPuLN+Fc8sUpz4UIfrmHPNnQ8SZCWUgfcDXDwpp5J+cuPDeOsHBbxzAP6huucxvTEeLCfAX9pPrVWippDWkSJfVSlJPKwwfdvqtTOqE9dvqSJsE6I6kL/8LxUHyxmv5WHmy/YXVjPH2a//INc+VUua3OaN9a1sxYH2bsTr9nbhw7pxg+pGzOP2hCSZ3bCa+zC2d6314v3QGp395gsmNTbgJKQ59+A+ewekPbN8/08+9vPuMzzrE6d84wOG7/QYXELjw332Agw8fYpKNM9vLQEd60ypx+TWSsS/FFzPaKx37fp8o+ogZeV+hVJlfxdtXAKkqhoAsYIbEkN7POIv0Ef7bJvDv9uDf4sGl5WRbuc29IU+78N57iMOb5/B/FmDGeKXz2XilMpgOnBt8ePf4mL7bh8d0Dlz9aEIzyi7v6nmm97hlgumvuHBvny9ysM1eiFbTbFTq+zIJrnunj8m7fUzu8ZdxddvOX6V7q1IugYK4/EV9ehC5N3ZpknrjlzTmMr6r7I8A/YxMUcGoexZaJC1+RjNl3IbzM5ZqirdPOOqtCgEJsCqUOltnmSvLOeXAOePCvYlb47jLzzcz4NuDd72zUR5Q65Apwm704PGeNzExqI/gBW70HSB6NUbEzahnmQUAUwc4xbgwZo/3lxnkb/IWqRT8NzVhSbP2dvcnuH3TbQ4mp124Zz24r4aIXksWSXCxxNUY8dVMbhC6YRnXdcqDe527yC3m0cJ4E2PG2E7Dc7h7Kj25Y80U9/ztpgGF7x8GwHCuwkLxxQsYdK/SHQJUzWalBBO30ozFZyGnUITRY0yLKAPzn7StfMy5duGfNHkuGIumMnYCEmA7eQKW+yp690yWKxcbuye3wgGcs8m2OMxsf5u/sCRt52ys0MEDF+6dLtxbaaGJEJz3ltsTvcoVfZnFAIcOHCZzpbi43Yd3u7vYZmjTPjrMCP+mCSYrSWRduHcts/LXb3fZP/+dk4VYPbHnnXLh3ObAOVmyWIHLogrb8+C/x4PPLPkvhwjOhwhfiRBdihDxX8knN1lmyicbULDd4sG/zYN/rv4oqvZO9WwELCnuTfx0Ov6Lv9k0nJQmqWdFo8xoIjOfbX3Q8f0SMIshqKo54cwFl574pHemGo1lFGPpauZ5WYu35x/+w4lalwDb7zx34+5OHHNzPxUREAERGDuBPwDwuXUIjwL4aOowf5s/lmROTx1e/1i54vqlOtIBAlRSDwF4Il+EmR7mVbsrWTnJ97VCd6exuK2d1IEREVBUyYgmW0MVARFogEDluO3KFRvolJpongBXqVZYKFGxWvP9U4t9JyAXZN9nUP0XARFogEBJinumFWD4Dt/NHtmFd2XuAu66vZaPoPAqnewSAa4KoguZgflUWblp7rFIXGiq/W5i+frjonGwPcaaGT9mUV2dGzIBCbAhz67GJgIiUJGAJcU9Y7G/m8R60e1Ir6K1MK7n48lZ/rgqzseKqlcnTLJcKm/GcTFIn++ZYsL7WI3a7b8mGmvtMWDgWJXU+pn29XVwBCTABjelGpAIiEBjBF5Y7H++zIhe2Ch/ZWnxMlk7CyvrZO8ImO2imGWVUfdfS1Lj5wyEjwItYdx/+7Wc8zokAgkBCTA9CiIgAiMmUJLivpKXiG5Gxntx3xqVYRPgXHPDdO6W8JV8SxgBmGpWGLSg5abMt16hE8MjoFWQw5tTjUgERKAygbwlbJUvTiryB7nUP1m3UdXvNAGKJ25hxLQSmxStkN2E2tCukQVsaDOq8YiACNQgUJbi3tYUA36YDp2FnwuDw5J6ehsOAWP1ZAZeijH6G/letRgLWNX6qjdEAhJgNWaVGd6Pv3uMyX0TeLf0fd+cGgNXVREQgRQBxgPR5ahcTikoI/zIYC++KKYYF8bgfAXXj/BB2HjIEmA10MXHMY7/z/Ei07t/l7/IQM93FREQgT4SMCnLczKdrw2He9CY1OYMDKsUHLbWig4MkQCtn4z/u5LkoOBzZdlPcmX45vkzz9XKSX0ZAQHFgNWY5OhyhEuPXEL0coQ4iDF5+wSnP3p60cJiP0Zf28fUwKmqIrBnAtkU97bumF2YmZSTCZ9URKCIwGMAPpFYxejiLiqFKfOLLtS5ARBQJvwak+iednH242fhv2Vp9QqeCXDxjy8uXvysIgIiMEQCtFBQfDEZp4oIlBHQ81JGSOeXBCTA6jwJDuCecYHE60grWHSRmytHOPrfR7j03y7h6PEq7ow6N1VdERCB/RGgq5GZy2n5Utzn/uahT3c2FtMvafP1Pk3bHvqqAKYNoE/fMwXjwYKfXbN6Bc8vP0evRIij5f7m0/dOFay/AV9dIgL7JcCYHgbZ852r3EyK8/32SnfvEwGKsN9M3JAMzH/SvpVRn4alvjZKQAJsA5wUVuEr4YoAM83wePiXid8/Bqa/IBFm2OhdBLpFgFYt/kg+DsBYrnnst5K9h5hqQEUEtiFgFmswKJ8rJbPPGp8/ijWVMRJQEP6Gs371G1dx9JfmP9r5jTAw//BXD3H4K/oDyyekoyKwbwImESvfWfiDyMSqKiLQNAE9a00T7Xt7soC1OIOn/+VpTN41afEOaloERGA7AgysZ4C9Wa2mfyxtx1NX2wnoWbOzGecZWcA2mHcG2s++P1u4IbOXMy/Y4YPL/4h7d3vLoP1sJX0XAREQAREQAREYNQFZwDaYfgbcM9YrXRgX5t7sLoLuJ++U1SvNRp9FQAREQAREQARWCUiArfIo/Ma0E8z3FV9arnJkSgpauVgOPngAZcUvxKeTIiACIiACIiACCQEJsBqPQnw1xpWvXllkwXevc+Hf4+PMvzlTowVVFQEREAEREAEREIGTlKJCUYcAg+spvhxtPVQHm+qKgAiIgAiIgAgkBBSEX+NRMC5I73YF19fApqoiIAIiIAIiIAIZAhJgGSD6KgIiIAIiIAIiIAJtE9BekG0TVvsiIAIiIAIiIAIikCEgAZYBoq8iIAIiIAIiIAIi0DYBCbC2Cat9ERABERABERABEcgQkADLANFXERABERABERABEWibgARY24TVvgiIgAiIgAiIgAhkCEiAZYDoqwiIgAiIgAiIgAi0TUACrG3Cal8EREAEREAEREAEMgQkwDJA9FUEREAEREAEREAE2iYgAdY2YbUvAiIgAiIgAiIgAhkCEmAZIPoqAiIgAiIgAiIgAm0TkABrm7DaFwEREAEREAEREIEMAQmwDBB9FQEREAEREAEREIG2CUiAtU1Y7YuACIiACIiACIhAhoAEWAaIvoqACIiACIiACIhA2wQkwNomrPZFQAREQAREQAREIENAAiwDRF9FQAREQAREQAREoG0CEmBtE1b7IiACIiACIiACIpAhIAGWAaKvIiACIiACIiACItA2AQmwtgmrfREQAREQAREQARHIEJAAywDRVxEQAREQAREQARFom4AEWNuE1b4IiIAIiIAIiIAIZAhIgGWA6KsIiIAIiIAIiIAItE1AAqxtwmpfBERABERABERABDIEJMAyQPRVBERABERABERABNomIAHWNmG1LwIiIAIiIAIiIAIZAhJgGSD6KgIiIAIiIAIiIAJtE5AAa5uw2hcBERABERABERCBDAEJsAwQfRUBERABERABERCBtglIgLVNWO2LgAiIgAiIgAiIQIaABFgGiL6KgAiIgAiIgAiIQNsEJMDaJqz2RUAEREAEREAERCBDQAIsA0RfRUAEREAEREAERKBtAhJgbRNW+yIgAiIgAiIgAiKQISABlgGiryIgAiIgAiIgAiLQNoH/D9T9EHvF2y+uAAAAAElFTkSuQmCC"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 绘制：五角星\n",
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [],
   "source": [
    "import turtle\n",
    "import time\n",
    " \n",
    "turtle.pensize(5)\n",
    "turtle.pencolor(\"yellow\")\n",
    "turtle.fillcolor(\"red\")\n",
    "turtle.speed(10)\n",
    "\n",
    "turtle.begin_fill()\n",
    "for _ in range(5):\n",
    "    turtle.forward(200)\n",
    "    turtle.right(144)\n",
    "turtle.end_fill()\n",
    "time.sleep(2)\n",
    " \n",
    "turtle.penup()\n",
    "turtle.goto(-150,-120)\n",
    "turtle.color(\"violet\")\n",
    "turtle.write(\"Done\", font=('Arial', 40, 'normal'))\n",
    " \n",
    "turtle.mainloop()"
   ]
  },
  {
   "attachments": {
    "image.png": {
     "image/png": "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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 绘制：螺旋方阵\n",
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [],
   "source": [
    "import turtle\n",
    "turtle.color('red', 'yellow')\n",
    "turtle.speed(\"fastest\")\n",
    "\n",
    "turtle.begin_fill()\n",
    "for x in range(100):\n",
    "    turtle.forward(2*x)\n",
    "    turtle.left(90)\n",
    "turtle.end_fill()\n",
    "\n",
    "turtle.done()"
   ]
  },
  {
   "attachments": {
    "image.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "#### 绘制：皮卡丘の头部\n",
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(85.82,-8.67)\n",
      "(21.36,-78.55)\n",
      "(-74.43,-79.09)\n",
      "(-60.40,12.74)\n"
     ]
    }
   ],
   "source": [
    "from turtle import *\n",
    "\n",
    "'''\n",
    "绘制皮卡丘头部\n",
    "'''\n",
    "\n",
    "def face(x,y):\n",
    "    \"\"\"画脸\"\"\"\n",
    "    begin_fill()\n",
    "    penup()\n",
    "    # 将海龟移动到指定的坐标\n",
    "    goto(x, y)\n",
    "    pendown()\n",
    "    # 设置海龟的方向\n",
    "    setheading(40)\n",
    "\n",
    "    circle(-150, 69)\n",
    "    fillcolor(\"#FBD624\")\n",
    "    # 将海龟移动到指定的坐标\n",
    "    \n",
    "    penup()\n",
    "    goto(53.14, 113.29)\n",
    "    pendown()\n",
    "    \n",
    "    setheading(300)\n",
    "    circle(-150, 30)\n",
    "    setheading(295)\n",
    "    circle(-140, 20)\n",
    "    print(position())\n",
    "    forward(5)\n",
    "    setheading(260)\n",
    "    circle(-80, 70)\n",
    "    print(position())\n",
    "    penup()\n",
    "    goto(-74.43,-79.09)\n",
    "    pendown()\n",
    "\n",
    "\n",
    "    penup()\n",
    "    # 将海龟移动到指定的坐标\n",
    "    goto(-144,103)\n",
    "    pendown()\n",
    "    setheading(242)\n",
    "    circle(110, 35)\n",
    "    right(10)\n",
    "    forward(10)\n",
    "    setheading(250)\n",
    "    circle(80, 115)\n",
    "    print(position())\n",
    "    \n",
    "    penup()\n",
    "    goto(-74.43,-79.09)\n",
    "    pendown()\n",
    "    setheading(10)\n",
    "    \n",
    "    penup()\n",
    "    goto(-144, 103)\n",
    "    pendown()\n",
    "    \n",
    "    penup()\n",
    "    goto(x, y)\n",
    "    pendown()\n",
    "    end_fill()\n",
    "\n",
    "    # 下巴\n",
    "    penup()\n",
    "    goto(-50, -82.09)\n",
    "    pendown()\n",
    "    pencolor(\"#DDA120\")\n",
    "    fillcolor(\"#DDA120\")\n",
    "    begin_fill()\n",
    "    setheading(-12)\n",
    "    circle(120, 25)\n",
    "    setheading(-145)\n",
    "    forward(30)\n",
    "    setheading(180)\n",
    "    circle(-20, 20)\n",
    "    setheading(143)\n",
    "    forward(30)\n",
    "    end_fill()\n",
    "    # penup()\n",
    "    # # 将海龟移动到指定的坐标\n",
    "    # goto(0, 0)\n",
    "    # pendown()\n",
    "\n",
    "def eye():\n",
    "    \"\"\"画眼睛\"\"\"\n",
    "    # 左眼\n",
    "    color(\"black\",\"black\")\n",
    "    penup()\n",
    "    goto(-110, 27)\n",
    "    pendown()\n",
    "    begin_fill()\n",
    "    setheading(0)\n",
    "    circle(24)\n",
    "    end_fill()\n",
    "    # 左眼仁\n",
    "    color(\"white\", \"white\")\n",
    "    penup()\n",
    "    goto(-105, 51)\n",
    "    pendown()\n",
    "    begin_fill()\n",
    "    setheading(0)\n",
    "    circle(10)\n",
    "    end_fill()\n",
    "    # 右眼\n",
    "    color(\"black\", \"black\")\n",
    "    penup()\n",
    "    goto(25, 40)\n",
    "    pendown()\n",
    "    begin_fill()\n",
    "    setheading(0)\n",
    "    circle(24)\n",
    "    end_fill()\n",
    "    # 右眼仁\n",
    "    color(\"white\", \"white\")\n",
    "    penup()\n",
    "    goto(17, 62)\n",
    "    pendown()\n",
    "    begin_fill()\n",
    "    setheading(0)\n",
    "    circle(10)\n",
    "    end_fill()\n",
    "def cheek():\n",
    "    \"\"\"画脸颊\"\"\"\n",
    "    # 右边\n",
    "    color(\"#9E4406\", \"#FE2C21\")\n",
    "    penup()\n",
    "    goto(-130, -50)\n",
    "    pendown()\n",
    "    begin_fill()\n",
    "    setheading(0)\n",
    "    circle(27)\n",
    "    end_fill()\n",
    "\n",
    "    # 左边\n",
    "    color(\"#9E4406\", \"#FE2C21\")\n",
    "    penup()\n",
    "    goto(53, -20)\n",
    "    pendown()\n",
    "    begin_fill()\n",
    "    setheading(0)\n",
    "    circle(27)\n",
    "    end_fill()\n",
    "\n",
    "\n",
    "def nose():\n",
    "    \"\"\"画鼻子\"\"\"\n",
    "    color(\"black\", \"black\")\n",
    "    penup()\n",
    "    goto(-40, 38)\n",
    "    pendown()\n",
    "    begin_fill()\n",
    "    circle(7,steps = 3)\n",
    "    end_fill()\n",
    "def mouth():\n",
    "    \"\"\"画嘴\"\"\"\n",
    "    color(\"black\", \"#F35590\")\n",
    "    # 嘴唇\n",
    "    penup()\n",
    "    goto(-10, 22)\n",
    "    pendown()\n",
    "    begin_fill()\n",
    "    setheading(260)\n",
    "    forward(60)\n",
    "    circle(-11, 150)\n",
    "    forward(55)\n",
    "    print(position())\n",
    "    penup()\n",
    "    goto(-38.46, 21.97)\n",
    "    pendown()\n",
    "    end_fill()\n",
    "\n",
    "    # 舌头\n",
    "    color(\"#6A070D\", \"#6A070D\")\n",
    "    begin_fill()\n",
    "    penup()\n",
    "    goto(-10.00, 22.00)\n",
    "    pendown()\n",
    "    penup()\n",
    "    goto(-14.29, -1.7)\n",
    "    pendown()\n",
    "    penup()\n",
    "    goto(-52, -5)\n",
    "    pendown()\n",
    "    penup()\n",
    "    goto(-60.40, 12.74)\n",
    "    pendown()\n",
    "    penup()\n",
    "    goto(-38.46, 21.97)\n",
    "    pendown()\n",
    "    penup()\n",
    "    goto(-10.00, 22.00)\n",
    "    pendown()\n",
    "    end_fill()\n",
    "    \n",
    "    color(\"black\",\"#FFD624\")\n",
    "    penup()\n",
    "    goto(-78, 15)\n",
    "    pendown()\n",
    "    begin_fill()\n",
    "    setheading(-25)\n",
    "    for i in range(2):\n",
    "        setheading(-25)\n",
    "        circle(35, 70)\n",
    "    end_fill()\n",
    "    \n",
    "    color(\"#AB1945\", \"#AB1945\")\n",
    "    penup()\n",
    "    goto(-52, -5)\n",
    "    pendown()\n",
    "    begin_fill()\n",
    "    setheading(40)\n",
    "    circle(-33, 70)\n",
    "    goto(-16,-1.7)\n",
    "    penup()\n",
    "    goto(-18,-17)\n",
    "    pendown()\n",
    "    setheading(155)\n",
    "    circle(25, 70)\n",
    "    end_fill()\n",
    "\n",
    "\n",
    "def ear():\n",
    "    \"\"\"画耳朵\"\"\"\n",
    "    # 左耳\n",
    "    color(\"black\",\"#FFD624\")\n",
    "    penup()\n",
    "    goto(-145, 93)\n",
    "    pendown()\n",
    "    begin_fill()\n",
    "    setheading(165)\n",
    "    circle(-248,50)\n",
    "    right(120)\n",
    "    circle(-248,50)\n",
    "    end_fill()\n",
    "    color(\"black\", \"black\")\n",
    "    penup()\n",
    "    goto(-240, 143)\n",
    "    pendown()\n",
    "    begin_fill()\n",
    "    setheading(107)\n",
    "    circle(-170, 25)\n",
    "    left(80)\n",
    "    circle(229, 15)\n",
    "    left(120)\n",
    "    circle(300, 15)\n",
    "    end_fill()\n",
    "\n",
    "    # 右耳\n",
    "    color(\"black\", \"#FFD624\")\n",
    "    penup()\n",
    "    goto(30, 136)\n",
    "    pendown()\n",
    "    begin_fill()\n",
    "    setheading(64)\n",
    "    circle(-248, 50)\n",
    "\n",
    "    right(120)\n",
    "    circle(-248, 50)\n",
    "    end_fill()\n",
    "    color(\"black\", \"black\")\n",
    "    penup()\n",
    "    goto(160, 200)\n",
    "    pendown()\n",
    "    begin_fill()\n",
    "    setheading(52)\n",
    "    circle(170, 25)\n",
    "    left(116)\n",
    "    circle(229, 15)\n",
    "    left(71)\n",
    "    circle(-300, 15)\n",
    "    end_fill()\n",
    "def setting():\n",
    "    \"\"\"设置参数\"\"\"\n",
    "    pensize(2)\n",
    "    # 隐藏海龟\n",
    "    hideturtle()\n",
    "    speed(10)\n",
    "    \n",
    "def main():\n",
    "    \"\"\"主函数\"\"\"\n",
    "    setting()\n",
    "    face(-132,115)\n",
    "    eye()\n",
    "    cheek()\n",
    "    nose()\n",
    "    mouth()\n",
    "    ear()\n",
    "    done()\n",
    "\n",
    "if __name__ == '__main__':\n",
    "    main()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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   "display_name": "Python 3",
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